Method for voltage instability load shedding using local measurements

a voltage instability and load shedding technology, applied in the direction of electric variable regulation, process and machine control, instruments, etc., can solve the problems of high electricity supply and consumer costs, complex computation of actual system pv curves, and voltage magnitude alone is not a satisfactory indicator of the proximity to voltage instability. , to achieve the effect of improving the conventional uvls

Inactive Publication Date: 2008-04-10
ELECTRIC POWER RES INST INC
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  • Summary
  • Abstract
  • Description
  • Claims
  • Application Information

AI Technical Summary

Benefits of technology

[0005]A new control method referred to as “Voltage Instability Load Shedding” (VILS) is disclosed in this application. This new control method can enhance the conventional UVLS at designated locations, such as major load centers. This smart control scheme computes Voltage Stability Margin Index (VSMI) continuously to track the voltage stability margin at local bus level. The VSMI is expressed as active, reactive, and apparent power. The VSMI is used as an adaptive triggering criterion for load shedding.

Problems solved by technology

Since load shedding results in high costs to electricity suppliers and consumers, this option is only used when all other means of avoiding voltage collapse are exhausted.
However, past research has demonstrated that voltage magnitude alone is not a satisfactory indicator of the proximity to voltage instability under all circumstances.
In actual systems, the computation of actual system PV curves may be very complicated due to the large number of generators, widespread applications of capacitor banks, uncertainty about the dynamic characteristics of system loads, and the variability of power flow pattern.
In addition, operation of under load tap changers, the actual dynamic reactive capability of generators and accurate reactive reserve all affect the ability of the system to supply and deliver the reactive power.
Therefore, determination of proper settings for UVLS schemes becomes a challenging task for system planners.
Moreover, modeling uncertainties post more challenges for system planners to determine the proper settings for UVLS schemes.
However, simulated system behaviors do not usually coincide with actual measured system responses due to data and modeling issues.
Inappropriate settings can result in unnecessary shedding or failure to detect the need for load shedding.

Method used

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  • Method for voltage instability load shedding using local measurements
  • Method for voltage instability load shedding using local measurements
  • Method for voltage instability load shedding using local measurements

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Embodiment Construction

[0014]Referring now to FIG. 1, the real and reactive power transferred from the system to the load is

{PL=EVYcos(α-δ-β)-V2GQL=EVYsin(α-δ-β)+V2B(1)

Where Y is the magnitude and β is the angle of the Thevenin equivalent admittance G+jB

[0015]Dividing E2Y on both sides of Equation (1), it can be reformulated as:

{p=vcos(α-δ-β)-v2cosβq=vsin(α-δ-β)+v2sinβwherep=PLE2Y,q=QLE2Y,v=VE(2)

[0016]Moving v2 cos β and v2 sin β to the left sides and taking the square of the right and left sides and adding, the following equation is obtained:

(p+v2 cos β)2+(q−v2 sin β)2=v2  (3)

[0017]Substitute q with p·tan φ, where φ is the power factor of load.

From equation (3) is obtained:

p=−v2 cos φ cos(φ+β)+cos φ√{square root over (v2−v4 sin2(φ+β))}  (4)

[0018]Taking the derivative and setting it equal to zero, the normalized critical voltage and maximum power is obtained:

∂p∂v=1-4v2+4v4sin2(φ+β)=0(5)vcritical2=1-cos(φ+β)2sin2(φ+β)=12[1+cos(φ+β)](6)pmax=cosφ2[1+cos(φ+β)](7)

[0019]The maximum active and reactive transfer ...

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Abstract

A method of voltage instability load shedding, that includes the steps of measuring current and voltage waveforms of an electrical system at a local bus estimating the Thevenin equivalent admittance based on Kalman Filter techniques, then a voltage stability margin index is calculated using the voltage magnitude. The determined Thevenin admittance and the load at the local system bus and the calculated voltage stability margin index is compared with a predetermined threshold value to determine whether to initiate a load shedding action.

Description

TECHNICAL FIELD AND BACKGROUND OF THE INVENTION[0001]This invention relates to a method of determining voltage stability margin at local bus level and to applying the method to enhance under-voltage load shedding protection scheme. We named this new protection scheme as “voltage instability load shedding”.[0002]Under Voltage Load Shedding (UVLS) has been used as an economic means of avoiding voltage collapse. Since load shedding results in high costs to electricity suppliers and consumers, this option is only used when all other means of avoiding voltage collapse are exhausted. UVLS sheds load in pre-defined blocks that are triggered in stages when local voltage drops to the pre-defined levels.[0003]In most UVLS schemes, voltage magnitude is the only triggering criterion. However, past research has demonstrated that voltage magnitude alone is not a satisfactory indicator of the proximity to voltage instability under all circumstances. In fact, voltage stability is determined by the ...

Claims

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Application Information

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Patent Type & Authority Applications(United States)
IPC IPC(8): G05F3/02
CPCH02J3/14Y04S20/222Y02B70/3225H02J3/24H02J2310/60H02J3/144
Inventor ZHANG, PEIMIN, LIANGZHANG, NAN
Owner ELECTRIC POWER RES INST INC
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